Total Gifts Received in Cash = $ 30000, Amount Put into Savings = 0.5 x 30000 = $ 15000
Rate of Interest = 10 %, Tenure = 25 years and Frequency of compounding = Annual
Therefore, Total Future Value = 15000 x (1.1)^(25) = $ 162520.59
If the compounding is done twice a year (6 months compounding period), then the total future value of the savings would be higher as the money deposited earns interest twice the number of times as compared to annual compounding.
Semi-Annual Interest Rate = (10/2) = 5 % and Semi-Annual Periods = 25 x 2 = 50
Therefore, Total Future Value = 15000 x (1.05)^(50) = $ 172010.99
Extra Money Earned by using 6 month compounding = 172010.99 - 162520.59 = $ 9490.41
their twenty-fifth anniversary if Anthony and Michelle Constantino just got married and received $30,000 in cash...
Anthony and Michelle Constantino just got married and received $31,000 in cash gifts for their wedding. How much will they have on their twenty-fifth anniversary if they place half of this money in a fixed-rate investment earning 4 percent compounded annually. Would the future value be larger or smaller if the compounding period was 6 months? How much more or less would they have earned with this shorter compounding period? Click on the table icon to view the FVIF table...
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You are going to save money for your son's education. You have decided to place $2,667 every half year at the end of the period into a saving account earning 8.58 percent per year, compounded semi-annually for the next 3 years. How much money will be in the account at the end of that time period? Round the answer to two decimal places.
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Shaylea, age 22, just started working full-time and plans to deposit $5,500 annually into an IRA earning 9 percent interest compounded annually. Deposits will be made at the end of each year. How much would she have in 20 years, 30 years, and 40 years? If she changed her investment period and instead invested $458.33 monthly and the investment also changed to monthly compounding, how much would she have after the same three time periods? Comment on the differences over...
Show how to enter into EXCEL 1. You have decided to place $153 in equal deposits every month at the beginning of the month into a savings account earning 4.69 percent per year, compounded monthly for the next 15 years. The first deposit is made today. How much money will be in the account at the end of that time period? Round the answer to two decimal places 2. What is the present value of the following annuity? $4,765 every...
please answer all in full 1. On your 1st birthday, you received a $10 savings account earning 6% annually. How much will you have in the account on your 30th birthday if you don't withdraw any money before then? 2. Your partner just promised to you that he/she will give you a graduation gift by paying half of of a new car when you receive an MBA degree in 2 years. Suppose that you also have $9,000 to invest today...
I need help on question 2.
MODULE IV: TIME VALUE OF MONEY INTRODUCTION The time value of money analysis has many a lysis has many applications, ranging from setting hedules for paying off loans to decisions about whether to invest in a partie financial instrument. First, let's define the following notations: I = the interest rate per period Na the total number of payment periods in an annuity PMT = the annuity payment made each period PV = present value...
Time Value of Money Spreadsheet Example 4 Module IV Name: Date: 6 7 8 Question 1 9 Question 2 10 Question 3 11 Question 4 12 Question 5 13 Question 6 14 Question 7 15 Question 8 16 Question 9 17 Question 10 18 19 20 Single Amount or Annuity 21 Periodic Interest Rate 22 Number of Periods 23 24 25 Present Value of Single Amount 26 27 Future Value of Single Amount 28 29 Future Value of An Annuity...
3% 1.000 2.030 3.091 4.184 5.309 6.468 7.662 8.892 10.159 4% 1.000 2.040 3.122 4.246 5.416 6.633 7.898 9.214 10.583 5% 1.000 2.050 3.153 4.310 5.526 6.802 8.142 9.549 11.027 12.578 14.207 Compound Sum of an Annuity of $1 (FVIFA) 6% 7% 8% 9% 1.000 1.000 1.000 1.000 2.060 2.070 2.080 2.090 3.184 3.215 3.246 3.278 4.375 4.440 4.506 4.573 5.637 5.751 5.867 5.985 6.975 7.153 7.336 7.523 8.394 8.654 8.923 9.200 9.897 10.260 10.637 11.028 11.491 11.978 12.488 13.021...